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GRE Quant · COVERAGE & GAPS

GRE Quant: Coverage Map & Learning Gaps

Selected GRE Quantitative Reasoning foundations

A partial map, not a completion score.

ETS official quantitative overview was reread on 2026-10-26. IDs are local mapping identifiers, not invented ETS objective codes. Official content has four areas; comparison is an additional response-format mapping. Expansion objectives are local teaching IDs, not ETS objective codes. Official content page reread 2026-10-26.

Mapping describes the available practice, not your mastery or readiness for the exam. Reviewed 2026-10-26.

22Objectives in this map
22Have partial practice
0Have no mapped practice

Geometry: measurement and similarity

Partial practice

16 linked question families · 64 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered in depth: polygon angle systems, parallel-line angle chains, congruence reasoning, and composite solids with hidden dimensions. Foundational perpendicularity, right-triangle and similarity tasks now appear in the expansion mappings.

Data analysis: distribution summaries

Partial practice

9 linked question families · 36 variants. Variants are not separate syllabus objectives.

What still needs work

  • Still limited: percentile conventions with ties or interpolation, inverse normal-percentile reasoning, and full discrete random-variable distributions. Mode, supplied normal probabilities and elementary expected value now have introductory tasks.

Data analysis: tables and graphs

Partial practice

8 linked question families · 32 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: histograms with unequal bin widths, circle-graph comparisons, and multi-panel graph synthesis. Bar, box, scatter and line graphs now appear in the expansion mappings; tables are no longer the only figure format.

Prime exponents as constraints

Partial practice

4 linked question families · 20 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: classifying divisors under multiple prime constraints, divisibility proofs, and nested remainder conditions.
  • Independent educator review and calibrated mixed practice remain pending.

Precision, bounds and powers

Partial practice

4 linked question families · 20 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: propagation of rounding error, combined intervals from multiple rounded observations, and complex scientific-notation estimation.
  • Independent educator review and calibrated mixed practice remain pending.

Sequences beyond one formula

Partial practice

4 linked question families · 16 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: multi-stage recurrences, long periodic sums, and nonuniqueness of rules inferred from finite terms.
  • Independent educator review and calibrated mixed practice remain pending.

Domains, composition and piecewise rules

Partial practice

4 linked question families · 16 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: complex function graphs, multiple piecewise boundaries, and inverse restrictions for non-one-to-one functions.
  • Independent educator review and calibrated mixed practice remain pending.

Solve inequalities by regions

Partial practice

4 linked question families · 16 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: multivariable nonlinear inequalities, multiple rational critical points, and parameter-dependent solution sets.
  • Independent educator review and calibrated mixed practice remain pending.

Coordinates encode geometry

Partial practice

4 linked question families · 16 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: coordinate equations of circles, loci, and parameterized parallel or perpendicular constraints.
  • Independent educator review and calibrated mixed practice remain pending.

Right triangles and similarity

Partial practice

4 linked question families · 16 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: 45-degree right triangles, similarity arguments, general polygons, and composite triangles.
  • Independent educator review and calibrated mixed practice remain pending.

Areas, surfaces and three dimensions

Partial practice

4 linked question families · 16 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: cones, spheres, composite solid volumes, and tangent-chord angle relationships.
  • Independent educator review and calibrated mixed practice remain pending.

Frequency, percentile and spread

Partial practice

4 linked question families · 16 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: other percentile conventions with ties, multimodal frequencies, and general random-variable distributions.
  • Independent educator review and calibrated mixed practice remain pending.

Complement, independence and expectation

Partial practice

4 linked question families · 16 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: dependent multistage probability trees, successive conditioning, and variance of general discrete distributions.
  • Independent educator review and calibrated mixed practice remain pending.

Selections with constraints

Partial practice

4 linked question families · 16 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: multiple category quotas, circular arrangements, and complex repeated-object restrictions.
  • Independent educator review and calibrated mixed practice remain pending.

Graphs as quantitative evidence

Partial practice

4 linked question families · 16 variants. Variants are not separate syllabus objectives.

What still needs work

  • Not yet covered: unequal-width histograms, dual-axis charts, complex scatterplot trends, and linked inference across charts.
  • Independent educator review and calibrated mixed practice remain pending.

Use the map with care.

  • No syllabus coverage percentage claimed.
  • 400 questions remain parameterized variants of 96 families; counts do not prove full syllabus coverage.
  • Formal proof construction is not an official GRE requirement; written explanations here are optional learning tasks.